FOR ELECTROMAGNETIC THEORY
Updated: January 13,2016
Copyright 2016 © Han Erim. All rights reserved.
Electromagnetic Theory does not express the electromagnetic interaction between the moving frames accurately. (c+v)(c-v) mathematics widens the Electromagnetic Theoryís mathematics taking the interaction between moving frames in. When the v gets the value v=0 in the (c+v)(c-v) mathematics, Electromagnetic Theoryís existing mathematics at the moment is obtained, and this is the electromagnetic interaction between the stationary frames. Together with the (c+v)(c-v) mathematics entering to Electromagnetic Theory, important changes will occur in the theory generally.
WAVE SPEED = WAVE FREQUENCY X WAVELENGTH
Figure 1: Letís assume that we are using a signal transmitter. Transmitterís signal frequency is f0, wavelength is λ0 (*). The plane going away from us receives the signal over f1 frequency and λ1 wavelength, and the plane coming towards us receives the signal over f2 frequency and λ2 wavelength because of Doppler Shift.
(*) Now please pay attention;
With respect to the observer on the plane going away, the wavelength of the signal coming towards himself is λ1. But we are on the side of signal transmitter and our transmitterís frequency is f0. When the frequency value of signal transmitter and signal wavelength received in the plane is multiplied the speed of the signal going towards the plane is obtained.
In similar way, the equation occurs in this way for the plane coming towards the signal source.
So, we can express two equations above like that below:
I have stated where the mistake in the Electromagnetic Theory comes from. After this moment I will go on taking the equation above as basic.
(c+v)(c-v) Mathematics for the Electromagnetic Theory
If we talk for the figure 1 above, there are the equations below for the signal speeds going from the transmitter to the planes. The value "+v" in the equations is the velocity of the plane going away and the value "-v" is the velocity of the plane coming closer. (the explanation needed is on the table below.)
(c+v)(c-v) Mathematics is "The Rule of Sum of Speeds" for Electromagnetic Waves.
Letís take the topic into consideration with respect to the frames of the observerís on the plane and investigate the signal speeds coming to themselves.
table below is showing the things told here in summary by using sample
A signalís speed which is on the way towards a moving target, to be different than value "c", causes a deformation on the wavelength of the signal at the moment signal sent. We call this deformation which shows itself as elongation or shortening of wavelength as Doppler Shift. The ratio of signalís transmission speed (c'=cĪv) to the speed of light gives the amount of deformation. The change in the wavelength occurs in the amount of this ratio.
The equation which constitutes start to our topic gives this information.
How easily the equations giving the change in the wavelength are obtained with (c+v)(c-v) mathematics is shown on the figure below.
(c+v) (c-v) mathematics brings together a few important equations too with itself. The first of these, is an equation which states wavelength change by using the distances in the electromagnetic interaction between two frames which are moving with respect to each other.
The value "v" in the (c+v) (c-v) mathematics is the divergence or convergence speed of frames relative to each other, at the same time, it shows the amount of deviation from the speed of light. In our previous examples the speed of frames as the value "v" were used directly because the movements occurred in only X axis. The equation below shows how "v" value is calculated in the electromagnetic interaction between two frames moving in any direction.
How these equations were obtained was detailed below. Signal transmitter is at point "O". The receiver is moving with the speed "u" in "AB" direction. When the signal receiver is at the point "A", transmitter sends a signal. At the moment the receiver arrives to the point "B" the signal arrives to the point "B" too. On the figures "SB=b" length with the "b=v.Δt" equation connected with "v" value, calculations were made based on this. If the point "B" stays outside of the ring whichís center is "O" and "OA=r" is the radius value, "v" takes "+" value, if it is inside it takes "-" value.
THEORETICAL RESULTS OF (c+v)(c-v) MATHEMATICS.
In the case of (c+v)(c-v) mathematics proved experimentally, a big turn over in physics theory is inevitable. Firstly an enormous absence in Electromagnetic Theoryís mathematics will be removed which is a big achievement. There will not be requirement to Relativity Theory. So, a very big simplification occurs in physics.
When the results of (c+v)(c-v) mathematics is investigated, it is interesting that notions like time dilation, length deformation, simultaneity which take part in Relativity Theory, come in front of us here, too. But naturally these notions are based on a different mathematical basic, so they have a different meaning in (c+v)(c-v) mathematics. Up to today I have published many studies under the name of Alice Law investigating (c+v)(c-v) mathematics and its results. You can find this publications in the website www.aliceinphysics.com. In fact I understood very late that I was working on Electromagnetic Theory in place of Alice Law.
As we see here, electromagnetic waveís interesting behavior style taking the (c+v)(c-v) mathematics basic will bring many questions together with. We will see that many questions difficult and cannot be answered yet will come in front of us. The first of these questions will certainly be "How can a electromagnetic wave can know its arrive target, how can it take its reference system as basic?". I think that the right answers will be obtained after long and demanding studies.
(c+v)(c-v) mathematics with its situation at this moment contains only uniform linear movements. Interactions between the moving frames with accelerated motion, circular motion or other types complex movements are absent. Together with eliminating this absence, Electromagnetic Theory will be transferred to an advanced point.
ELECTROMAGNETIC WAVEíS SPEED GOING TO A MOVING FRAME HAS NOT BEEN MEASURED YET.
Electromagnetic Theory mathematics is (c+v)(c-v) mathematics. The single thing that this mathematics needs is the measurement of a signalís speed going towards a moving frame. As this measurement is done the things told here will take its places in science.
The BYTE SHIFT incident I have written before is a good way to verify (c+v)(c-v) mathematics. A different method can be chosen too of course.
I ask you to increase your volume and give support for an experiment to be done immediately that will find out (c+v)(c-v) mathematics.
Thanks for reading.
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